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What is the definition of Holeable? 🙋

👉 In mathematics, a holeable object is an abstract concept that refers to a mathematical object that cannot be fully expressed or described by its own properties. It can be thought of as a special type of object that behaves in certain ways under certain circumstances. Holeable objects are often used in the study of topology and geometry, particularly in studying spaces with holes or singularities. They arise naturally when considering the behavior of surfaces or manifolds without specifying their topological properties, such as manifolds


holeable

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